Question: Use the results in Exercise 1 and Newton's method to approximate the solutions of the nonlinear systems in Exercise 1 to within 106. In exercise
In exercise
a.
b. ln(x21 + x22) − sin(x1 x2) = ln 2 + ln π,
ex1−x2 + cos (x1 x2) = 0.
c. 3x21 − x22 = 0,
3x1 x22 − x31 − 1 = 0.
d. sin(4π x1 x2) − 2x2 − x1 = 0,
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